<snapdata remixID="12674819"><project name="Mayrand_Lab 0.4 self-portrait" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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My favorite colors are scarlet and gold. I am in ninth grade, I am 15 years old. I like reading solving Rubik&apos;s Cubes, building legos, and Harry Potter.</l><l>60</l></block><block s="doSayFor"><l>I am in CS which is my favorite subject. I have a little experience with CSS, JS, and HTML. Learning CS will be fun but difficult. I like video games on computers.</l><l>60</l></block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Mayrand_Lab 0.4 self-portrait" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><costume name="HP" center-x="41.5" center-y="79.5" 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" 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